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Línea 55: |
Línea 55: |
| <math>E_{1t}=E_{0}tt'e^{i\omega t}</math> | | <math>E_{1t}=E_{0}tt'e^{i\omega t}</math> |
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| </math>E_{2t}=E_{0}tt'r'^{2}e^{i\left(\omega t-\delta\right)}<math> | | <math>E_{2t}=E_{0}tt'r'^{2}e^{i\left(\omega t-\delta\right)}</math> |
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| | <math>E_{3t}=E_{0}tt'r'^{4}e^{i\left(\omega t-2\delta\right)}</math> |
Error al representar (función desconocida «\thetatilde»): {\displaystyle \sin{\thetatilde_{0}}=\frac{BA'}{C'B}=\frac{BA'}{CP}=\frac{BA'}{2d\tan\theta}}